Copyright 20 13 Dorling Kindersley (India) Pvt. Ltd

H
half-wave symmetry, 9.13, 9.14
harmonic amplitude
rate of decay, 9.26–9.27
high-pass output, 12.33–12.34
I
ideal independent voltage source, 1.27–1.29
ideal independent voltage source model,
2.13
ideal short-circuit element, 1.24, 1.29
ideal transformer, 14.10–14.13
immittance functions, 13.11
impedance matching, 14.13
impedance matching transformers, 14.13
impedance transformer, 14.13
imperfect magnetic coupling, 14.23
impulse response, 10.37
induced electric force, 1.3, 1.5, 1.19
induced electromotive force, 1.21
inductance, 1.21, 1.25
inductor, 3.9–3.20
energy storage in, 3.19–3.20
linearity of, 3.17–3.19
parallel connection of, 3.28
series connection of, 3.27–3.28
inductor current growth process,
10.7–10.8
initial value theorem, 13.24–13.25
input admittance function, 13.11
input bias offset current, 2.25
input impedance function, 13.10
input matrix, 4.7, 4.31
input offset voltage, 2.26
input vector, 4.7, 4.31
instantaneous inductor current, 3.10–3.11
instantaneous inductor voltage, 3.10–3.11
instantaneous power, 1.32, 6.14
integro-differential equations, 7.3
internal resistance, 1.27
inverting amplifier circuit, 2.30–2.31
inverting summer, 2.31
isolated circuit, 6.15
isotropic material, 1.9
K
KCL. See Kirchhoff’s Current Law (KCL)
Kirchhoff’s Current Law (KCL),
2.2, 2.8–2.11
Kirchhoff’s Voltage Law (KVL), 2.2–2.6
KVL. See Kirchhoff’s Voltage Law (KVL)

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Index
 
 
I.
3
L
Laplace transform, 13.1–13.58
analysis of dynamic circuits by, 13.1–13.58
analysis of coupled coils using, 14.19–14.24
interpretation of, 13.5
method of partial fractions for inverting,
13.13–13.19
theorems on, 13.19–13.25
solution of differential equations by using, 
13.25
of some common right-sided functions, 
13.7–13.9
of zero-state response, 13.10
law of conservation of energy, 6.14
Lenz’s law, 1.21
linear capacitor, 1.15, 1.16
linear distortion, 2.24, 11.19–11.21
linear elements, 1.38
linear time-invariant circuit, 13.3
linearity, 5.5
linearity of Laplace transform, 13.7
locally confined stationary electrostatic field, 1.15
loops, 2.1
lumped element, 1.37
lumped model, 1.37
lumped parameter circuit theory, 1.2
lumped parameter circuits, 1.36
lumped parameter description, 1.30
M
magnetic force, 1.3
magnetically coupled circuits, 14.1–14.25
maximum power transfer theorem, 5.34–5.35
memory-elements, 7.2
memoryless circuits, 4.1–4.42
mesh analysis
of circuits containing dependent sources, 4.39
of circuits with independent current sources, 
4.33–4.34
principle of, 4.27–4.32
mesh analysis, 4.4
mesh current vector, 4.31
mesh resistance matrix, 4.31
meshes, 2.6
method of partial fractions, 13.13
Millman’s theorem, 5.36–5.37
multi-loop, multi-node circuits, 2.20
multiplication-in-time, 9.38
multi-terminal circuit elements, 1.41–1.42
mutual flux linkage, 14.3
mutual inductance, 14.2–14.7
maximum value of, 14.7
mutually induced electromotive force, 1.26
N
narrow band-pass circuit, 12.35
narrow band-pass filter, 12.31
negative feedback, 2.24
negative-going zero crossing, 6.5
network functions, 13.43–13.47
nodal analysis, 4.4
nodal conductance matrix, 4.7
node voltage vector, 4.7
node voltages, 4.5
nodes, 2.1, 2.9
non-bilateral elements, 1.40
non-electrostatic component, 1.4
non-inverting amplifier circuit, 2.29–2.30
non-inverting summer amplifier, 2.31–2.32
non-linear elements, 1.38
non-sinusoidal currents, 6.3
Norton’s theorem, 5.21
O
odd symmetry, 9.11
open-circuit element, 1.29
operational amplifier circuits, 2.23–2.33, 
2.26–2.27
KVL and KCL in, 2.23
negative feedback in, 2.26–2.27
order, 13.2
output offset, 2.25
P
parallel RLC circuit, 12.43–12.52
frequency response of, 12.49–12.51
zero-input response and zero-state response 
of, 12.44
parasitic inductance, 1.26
parasitic resistive effects, 1.17

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I.4
Index
Parseval’s theorem, 9.38–9.40
normalized power in a periodic waveform 
and, 9.38